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I have created a local coordinate system with several points and I am currently trying to convert this local system to a global one with the aid of the Helmholtz transformation. I got a solution with the github code of this thread . However, the used code is hard to understand and I was wondering how I could transform my COS more easily? I have three local points which are linked to global ones like this:
#local cartesian [x, y, z] Control points
local_ctrl_p = [[0, 0, 0],
[3940, 0, 0],
[0,1000,0]]
#geodetic [lat,lon,h] Control points
geodet_ctrl_p = [[50.045105,8.586917, 108],
[50.032637,8.534725, 97],
[50.053528490907745, 8.58205606668748 , 113.1159057617188]]
How am I able to transform the following points more easily? local_other_p = [[0, 1000, 0], [0, -1000, 0], [1000, 0, 0], [-1000, 0, 50]]
Is it possible with pyproj? There is a possibility to do a Helmert transformation, but I barely understand the command.
Thanks for any help in terms of coding this transformation!
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I have created a local coordinate system with several points and I am currently trying to convert this local system to a global one with the aid of the Helmholtz transformation. I got a solution with the github code of this thread . However, the used code is hard to understand and I was wondering how I could transform my COS more easily? I have three local points which are linked to global ones like this:
How am I able to transform the following points more easily?
local_other_p = [[0, 1000, 0], [0, -1000, 0], [1000, 0, 0], [-1000, 0, 50]]
Is it possible with pyproj? There is a possibility to do a Helmert transformation, but I barely understand the command.
Thanks for any help in terms of coding this transformation!
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